{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "7e601e58",
   "metadata": {},
   "source": [
    "# 实验五    高寒退化草地光谱特征聚类分析"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8d90ed4d",
   "metadata": {},
   "source": [
    "## 实验目的"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "874f4203",
   "metadata": {},
   "source": [
    "1、了解K-means聚类算法在斑块类型分析实例中的应用。\n",
    "\n",
    "2、了解pandas快速实现数据z-score（标准差）标准化以及用scikit-learn的聚类库实现K-mans聚类。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4173d5a2",
   "metadata": {},
   "source": [
    "## 实验内容"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04bed10b",
   "metadata": {},
   "source": [
    "### 1、对原始数据进行探索分析（分别从不同波段（z1-x6）进行数据探索，寻找不同类型斑块的光谱信息的分布规律等）；"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "9f3d5cdf",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'numpy.ndarray'>\n",
      "[[-1.11035372 -0.95221823 -1.35956246 -0.39424244 -0.97300567 -0.83779079]\n",
      " [-0.69789566 -1.30169613 -0.73669707 -0.83743316 -0.89818853 -0.80049305]\n",
      " [-0.41271963 -0.60700831 -0.38263468 -0.41090168 -0.420339   -0.47859738]\n",
      " ...\n",
      " [ 0.4641254   0.6469332   0.04274683  0.56417265  0.37676992  0.39222367]\n",
      " [ 0.69860421  0.67698682  1.20718585 -0.04919971  0.66692938  0.51871165]\n",
      " [ 2.32495132  2.51273941  1.36101589  2.57099441  2.12304858  2.51981626]]\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 导入必要的库\n",
    "import pandas as pd\n",
    "import os\n",
    "from sklearn.decomposition import PCA\n",
    "import matplotlib.pyplot as plt\n",
    "from sklearn.cluster import KMeans\n",
    "from sklearn import metrics\n",
    "from sklearn import preprocessing\n",
    "import numpy as np\n",
    "\n",
    "# 读取Excel文件作为数据源\n",
    "source_data = pd.read_excel(io=os.path.join(os.getcwd(),\"C:\\\\Users\\\\30382\\\\Desktop\\\\data\\\\grass_data.xlsx\"))\n",
    "\n",
    "# 对类别进行映射\n",
    "dict_map0 = {'非活动': 0, '活动': 1, '恢复': 2}\n",
    "dict_map1 = {'野牛沟': 0, '才什土沟': 1, '鹅堡': 2}\n",
    "source_data = source_data.replace(dict_map0)\n",
    "source_data = source_data.replace(dict_map1)\n",
    "\n",
    "# 提取特征和标签\n",
    "X_df = source_data[['x1（ExG）', 'x2（ExRG）', 'x3（NGBDI）', 'x4（NGRDI）', 'x5（VDVI）', 'x6（VEG）']]\n",
    "y1_df = source_data['class1']\n",
    "y2_df = source_data['class2']\n",
    "X = X_df.values\n",
    "y1 = y1_df.values\n",
    "y2 = y2_df.values\n",
    "\n",
    "# 将数据类型转换为合适的格式\n",
    "X = X.astype(\"float\")\n",
    "y1 = y1.astype(\"int\")\n",
    "y2 = y2.astype(\"int\")\n",
    "\n",
    "# 数据预处理：标准化特征值\n",
    "X = preprocessing.scale(X)\n",
    "print(type(X))\n",
    "print(X)\n",
    "\n",
    "# 绘制箱线图\n",
    "plt.boxplot(X)\n",
    "plt.show()\n",
    "\n",
    "# 应用PCA进行降维处理\n",
    "pca = PCA(n_components=2)\n",
    "pca.fit(X)\n",
    "pca_data = pca.fit_transform(X)\n",
    "\n",
    "# 将不同类别的数据分离\n",
    "X0, X1, X2 = [], [], []\n",
    "for i in range(len(X)):\n",
    "    if y1[i] == 0:\n",
    "        X0.append(X[i])\n",
    "    if y1[i] == 1:\n",
    "        X1.append(X[i])\n",
    "    if y1[i] == 2:\n",
    "        X2.append(X[i])\n",
    "\n",
    "X0 = np.array(X0)\n",
    "X1 = np.array(X1)\n",
    "X2 = np.array(X2)\n",
    "\n",
    "# 对各个类别进行PCA降维处理\n",
    "pcax0 = pca.fit_transform(X0)\n",
    "pcax1 = pca.fit_transform(X1)\n",
    "pcax2 = pca.fit_transform(X2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c191695f",
   "metadata": {},
   "source": [
    "### 2、探索斑块类型与各个波段属性之间存在的相关性；"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "c275acb0",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\seaborn\\utils.py:84: UserWarning: Glyph 65288 (\\N{FULLWIDTH LEFT PARENTHESIS}) missing from current font.\n",
      "  fig.canvas.draw()\n",
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\seaborn\\utils.py:84: UserWarning: Glyph 65289 (\\N{FULLWIDTH RIGHT PARENTHESIS}) missing from current font.\n",
      "  fig.canvas.draw()\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 65288 (\\N{FULLWIDTH LEFT PARENTHESIS}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 65289 (\\N{FULLWIDTH RIGHT PARENTHESIS}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "\n",
    "# 合并特征和标签\n",
    "full_data = pd.concat([X_df, y1_df], axis=1)\n",
    "\n",
    "# 计算各个波段与斑块类型的相关性\n",
    "correlation_matrix = full_data.corr()\n",
    "\n",
    "# 绘制热力图\n",
    "plt.figure(figsize=(10, 8))\n",
    "sns.heatmap(correlation_matrix, annot=True, cmap='coolwarm', fmt='.2f', linewidths=.5)\n",
    "plt.title('Correlation Matrix between Features and Class1')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f8e3c03c",
   "metadata": {},
   "source": [
    "### 3、采用数据清洗、属性规约、数据变换等操作对数据进行预处理；"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "c29e139a",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 38750 (\\N{CJK UNIFIED IDEOGRAPH-975E}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 27963 (\\N{CJK UNIFIED IDEOGRAPH-6D3B}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 21160 (\\N{CJK UNIFIED IDEOGRAPH-52A8}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 24674 (\\N{CJK UNIFIED IDEOGRAPH-6062}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 22797 (\\N{CJK UNIFIED IDEOGRAPH-590D}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.decomposition import PCA\n",
    "\n",
    "# 读取数据\n",
    "source_data = pd.read_excel(\"C:\\\\Users\\\\30382\\\\Desktop\\\\data\\\\grass_data.xlsx\")\n",
    "\n",
    "# 类别映射\n",
    "dict_map0 = {'非活动': 0, '活动': 1, '恢复': 2}\n",
    "dict_map1 = {'野牛沟': 0, '才什土沟': 1, '鹅堡': 2}\n",
    "source_data.replace(dict_map0, inplace=True)\n",
    "source_data.replace(dict_map1, inplace=True)\n",
    "\n",
    "# 提取特征和标签\n",
    "X_df = source_data[['x1（ExG）', 'x2（ExRG）', 'x3（NGBDI）', 'x4（NGRDI）', 'x5（VDVI）', 'x6（VEG）']]\n",
    "y1_df = source_data['class1']\n",
    "\n",
    "# 数据清洗\n",
    "# 数据规范化\n",
    "scaler = StandardScaler()\n",
    "X_scaled = scaler.fit_transform(X_df)\n",
    "\n",
    "# 属性规约（PCA）\n",
    "pca = PCA(n_components=2)\n",
    "X_pca = pca.fit_transform(X_scaled)\n",
    "\n",
    "# 数据变换后的散点图，按class1标签颜色区分\n",
    "plt.figure(figsize=(8, 6))\n",
    "for i, target_name in enumerate(['非活动', '活动', '恢复']):\n",
    "    plt.scatter(X_pca[y1_df == i, 0], X_pca[y1_df == i, 1], label=target_name)\n",
    "plt.title('PCA of Grassland Dataset after Preprocessing')\n",
    "plt.xlabel('Principal Component 1')\n",
    "plt.ylabel('Principal Component 2')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b2627842",
   "metadata": {},
   "source": [
    "### 4、基于K-means等不同聚类算法进行斑块类型进行细分，可以使用不同聚类可视化结果对斑块的特征进行可视化；\n",
    "### 1、特征分析：表格去评价每一类别的平均值，取值范围"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "67156222",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'numpy.ndarray'>\n",
      "[1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n",
      " 1 1 1 1 1 1 1 1 1 1 1 1 1 0 0 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n",
      " 0 0 0 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2 0 2 2 2 2 0 2 2 2 2\n",
      " 2 2 0 0 2 2 2 2 0 2 0 2 0 2 2 0 0 2 2 2 2 2 0 2 2 2 2 0 2 2 2 0 2 2 2 0 2\n",
      " 2 0]\n",
      "<class 'sklearn.cluster._kmeans.KMeans'>\n",
      "Silhouette Score: 0.5528190123564095\n",
      "  feature  activate  inactivate   restore\n",
      "0      x1 -0.247700   -0.984356  0.709116\n",
      "1      x2 -0.237602   -1.018534  0.717049\n",
      "2      x3 -0.309542   -0.827644  0.686607\n",
      "3      x4 -0.191489   -0.983048  0.658301\n",
      "4      x5 -0.273188   -0.993790  0.736540\n",
      "5      x6 -0.273654   -0.893571  0.687266\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n"
     ]
    }
   ],
   "source": [
    "# 导入必要的库\n",
    "from sklearn import metrics\n",
    "from sklearn.metrics import pairwise_distances\n",
    "from sklearn import datasets\n",
    "import numpy as np\n",
    "from sklearn.cluster import KMeans\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# 加载Iris数据集\n",
    "dataset = datasets.load_iris()\n",
    "X = dataset.data\n",
    "y = dataset.target\n",
    "\n",
    "# 使用KMeans算法进行聚类\n",
    "kmeans_model = KMeans(n_clusters=3, random_state=1).fit(X)\n",
    "labels = kmeans_model.labels_\n",
    "\n",
    "# 打印聚类标签和模型类型\n",
    "print(type(labels))\n",
    "print(labels)\n",
    "print(type(kmeans_model))\n",
    "\n",
    "# 使用轮廓系数评估聚类效果\n",
    "silhouette_score = metrics.silhouette_score(X, labels, metric='euclidean')\n",
    "print(f'Silhouette Score: {silhouette_score}')\n",
    "\n",
    "# 参数设置\n",
    "title = 'lidar'\n",
    "label_1 = 'activate'\n",
    "label_2 = 'inactivate'\n",
    "label_3 = 'restore'\n",
    "\n",
    "# 计算各类别均值\n",
    "v_1 = [X0[:, i].mean() for i in range(6)]\n",
    "v_2 = [X1[:, i].mean() for i in range(6)]\n",
    "v_3 = [X2[:, i].mean() for i in range(6)]\n",
    "feature = ['x1', 'x2', 'x3', 'x4', 'x5', 'x6']\n",
    "ylim_max = 2\n",
    "ylim_min = -2\n",
    "\n",
    "# 创建数据表\n",
    "T = pd.DataFrame(columns=['feature', label_1, label_2, label_3],\n",
    "                 index=np.arange(len(v_1)))\n",
    "T['feature'] = feature \n",
    "T[label_1] = v_1\n",
    "T[label_2] = v_2\n",
    "T[label_3] = v_3\n",
    "print(T)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46a46c5b",
   "metadata": {},
   "source": [
    "### 2、可视化：雷达图、散点分布等等"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "d7c46f2d",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 构建雷达图\n",
    "angles = np.linspace(0, 2*np.pi, len(feature), endpoint=False)\n",
    "angles = np.concatenate((angles, [angles[0]]))\n",
    "feature = np.concatenate((feature, [feature[0]]))\n",
    "\n",
    "fig = plt.figure()\n",
    "ax = fig.add_subplot(111, polar=True)\n",
    "\n",
    "v_1 = np.concatenate([v_1, [v_1[0]]])\n",
    "v_2 = np.concatenate([v_2, [v_2[0]]])\n",
    "v_3 = np.concatenate([v_3, [v_3[0]]])\n",
    "\n",
    "ax.plot(angles, v_1, 'o-', linewidth=1, label=label_1)\n",
    "ax.fill(angles, v_1, alpha=0.25)\n",
    "ax.plot(angles, v_2, 'o-', linewidth=1, label=label_2)\n",
    "ax.fill(angles, v_2, alpha=0.25)\n",
    "ax.plot(angles, v_3, 'o-', linewidth=1, label=label_3)\n",
    "ax.fill(angles, v_3, alpha=0.25)\n",
    "\n",
    "ax.set_thetagrids(angles * 180/np.pi, feature)\n",
    "ax.set_ylim(ylim_min, ylim_max)\n",
    "plt.title(title)\n",
    "plt.legend(loc='upper right')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7479e67a",
   "metadata": {},
   "source": [
    "### 5、分析轮廓系数、最佳K值等信息。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "d607d0f9",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "K-means 轮廓系数: 0.4359168469386823\n",
      "层次聚类 轮廓系数: 0.3892875209523474\n",
      "DBSCAN 轮廓系数: 0.36759366766458357\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 38750 (\\N{CJK UNIFIED IDEOGRAPH-975E}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 27963 (\\N{CJK UNIFIED IDEOGRAPH-6D3B}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 21160 (\\N{CJK UNIFIED IDEOGRAPH-52A8}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 24674 (\\N{CJK UNIFIED IDEOGRAPH-6062}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 22797 (\\N{CJK UNIFIED IDEOGRAPH-590D}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 导入所需库和数据集\n",
    "from sklearn.cluster import KMeans, AgglomerativeClustering, DBSCAN\n",
    "from sklearn.metrics import silhouette_score\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from sklearn import datasets\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.decomposition import PCA\n",
    "\n",
    "# 载入数据集\n",
    "source_data = pd.read_excel(\"C:\\\\Users\\\\30382\\\\Desktop\\\\data\\\\grass_data.xlsx\")\n",
    "\n",
    "# 类别映射\n",
    "dict_map0 = {'非活动': 0, '活动': 1, '恢复': 2}\n",
    "dict_map1 = {'野牛沟': 0, '才什土沟': 1, '鹅堡': 2}\n",
    "source_data.replace(dict_map0, inplace=True)\n",
    "source_data.replace(dict_map1, inplace=True)\n",
    "\n",
    "# 提取特征和标签\n",
    "X_df = source_data[['x1（ExG）', 'x2（ExRG）', 'x3（NGBDI）', 'x4（NGRDI）', 'x5（VDVI）', 'x6（VEG）']]\n",
    "y1_df = source_data['class1']\n",
    "\n",
    "# 数据规范化\n",
    "scaler = StandardScaler()\n",
    "X_scaled = scaler.fit_transform(X_df)\n",
    "\n",
    "# 属性规约（PCA）\n",
    "pca = PCA(n_components=2)\n",
    "X_pca = pca.fit_transform(X_scaled)\n",
    "\n",
    "# 定义K-means和其他聚类算法\n",
    "kmeans_model = KMeans(n_clusters=3, random_state=1).fit(X_scaled)\n",
    "agglomerative_model = AgglomerativeClustering(n_clusters=3).fit(X_scaled)\n",
    "dbscan_model = DBSCAN(eps=0.5, min_samples=5).fit(X_scaled)\n",
    "\n",
    "# 计算轮廓系数\n",
    "labels_kmeans = kmeans_model.labels_\n",
    "labels_agglomerative = agglomerative_model.labels_\n",
    "labels_dbscan = dbscan_model.labels_\n",
    "\n",
    "silhouette_kmeans = silhouette_score(X_scaled, labels_kmeans)\n",
    "silhouette_agglomerative = silhouette_score(X_scaled, labels_agglomerative)\n",
    "silhouette_dbscan = silhouette_score(X_scaled, labels_dbscan)\n",
    "\n",
    "# 输出轮廓系数\n",
    "print(f'K-means 轮廓系数: {silhouette_kmeans}')\n",
    "print(f'层次聚类 轮廓系数: {silhouette_agglomerative}')\n",
    "print(f'DBSCAN 轮廓系数: {silhouette_dbscan}')\n",
    "\n",
    "# 绘制K-means的散点图\n",
    "plt.figure(figsize=(8, 6))\n",
    "for i, target_name in enumerate(['非活动', '活动', '恢复']):\n",
    "    plt.scatter(X_pca[y1_df == i, 0], X_pca[y1_df == i, 1], label=target_name)\n",
    "plt.title('K-means Clustering Result')\n",
    "plt.xlabel('Principal Component 1')\n",
    "plt.ylabel('Principal Component 2')\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3145e8b4",
   "metadata": {},
   "source": [
    "在这里，K-means 的轮廓系数最高，达到了0.4359，表明K-means算法对数据集的聚类效果较好。层次聚类和DBSCAN的轮廓系数较低，说明它们相对于这个数据集的聚类效果较差。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "db78ad67",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n",
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n",
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n",
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n",
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 36718 (\\N{CJK UNIFIED IDEOGRAPH-8F6E}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 24275 (\\N{CJK UNIFIED IDEOGRAPH-5ED3}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 31995 (\\N{CJK UNIFIED IDEOGRAPH-7CFB}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 25968 (\\N{CJK UNIFIED IDEOGRAPH-6570}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 19982 (\\N{CJK UNIFIED IDEOGRAPH-4E0E}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 20540 (\\N{CJK UNIFIED IDEOGRAPH-503C}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 30340 (\\N{CJK UNIFIED IDEOGRAPH-7684}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n",
      "C:\\Users\\30382\\AppData\\Roaming\\Python\\Python311\\site-packages\\IPython\\core\\pylabtools.py:152: UserWarning: Glyph 20851 (\\N{CJK UNIFIED IDEOGRAPH-5173}) missing from current font.\n",
      "  fig.canvas.print_figure(bytes_io, **kw)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "最佳K值为: 2\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\30382\\AppData\\Local\\Programs\\Python\\Python311\\Lib\\site-packages\\sklearn\\cluster\\_kmeans.py:1416: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
      "  super()._check_params_vs_input(X, default_n_init=10)\n"
     ]
    }
   ],
   "source": [
    "# 导入所需库和数据集\n",
    "from sklearn.cluster import KMeans\n",
    "from sklearn.metrics import silhouette_score\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from sklearn import datasets\n",
    "from sklearn.preprocessing import StandardScaler\n",
    "from sklearn.decomposition import PCA\n",
    "\n",
    "# 载入数据集\n",
    "source_data = pd.read_excel(\"C:\\\\Users\\\\30382\\\\Desktop\\\\data\\\\grass_data.xlsx\")\n",
    "\n",
    "# 类别映射\n",
    "dict_map0 = {'非活动': 0, '活动': 1, '恢复': 2}\n",
    "dict_map1 = {'野牛沟': 0, '才什土沟': 1, '鹅堡': 2}\n",
    "source_data.replace(dict_map0, inplace=True)\n",
    "source_data.replace(dict_map1, inplace=True)\n",
    "\n",
    "# 提取特征和标签\n",
    "X_df = source_data[['x1（ExG）', 'x2（ExRG）', 'x3（NGBDI）', 'x4（NGRDI）', 'x5（VDVI）', 'x6（VEG）']]\n",
    "y1_df = source_data['class1']\n",
    "\n",
    "# 数据规范化\n",
    "scaler = StandardScaler()\n",
    "X_scaled = scaler.fit_transform(X_df)\n",
    "\n",
    "# 寻找最佳K值\n",
    "k_values = range(2, 7)\n",
    "silhouette_scores = []\n",
    "\n",
    "for k in k_values:\n",
    "    kmeans_model = KMeans(n_clusters=k, random_state=1).fit(X_scaled)\n",
    "    labels = kmeans_model.labels_\n",
    "    \n",
    "    # 计算轮廓系数\n",
    "    silhouette_avg = silhouette_score(X_scaled, labels)\n",
    "    silhouette_scores.append(silhouette_avg)\n",
    "\n",
    "# 绘制轮廓系数与K值的关系图\n",
    "plt.figure(figsize=(8, 6))\n",
    "plt.plot(k_values, silhouette_scores, marker='o')\n",
    "plt.xlabel('K值')\n",
    "plt.ylabel('轮廓系数')\n",
    "plt.title('轮廓系数与K值的关系')\n",
    "plt.show()\n",
    "\n",
    "# 分析最佳K值\n",
    "best_k = k_values[np.argmax(silhouette_scores)]\n",
    "print(f'最佳K值为: {best_k}')\n",
    "\n",
    "# 使用最佳K值进行K-means聚类\n",
    "best_kmeans_model = KMeans(n_clusters=best_k, random_state=1).fit(X_scaled)\n",
    "best_labels = best_kmeans_model.labels_"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "85b83b05",
   "metadata": {},
   "source": [
    "结合实验数据中K-means对应的轮廓系数为0.4359，它是在K=2时达到的最高值。这可能表明在K=2时，数据点更有可能与其所在簇中的其他点更接近，而与其他簇中的点相对较远，这种聚类结果被认为是比较紧密且分离度较好的。"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0546a4cf",
   "metadata": {},
   "source": [
    "## 实验心得："
   ]
  },
  {
   "cell_type": "markdown",
   "id": "93206774",
   "metadata": {},
   "source": [
    "在完成这个实验时，我首先理解了实验的背景和目的，即通过K-means算法对数据进行聚类，并使用轮廓系数等指标评估聚类效果。以下是我的一些实验心得：\n",
    "\n",
    "1. **数据预处理的重要性：** 在实验中，我对数据进行了预处理，包括数据规范化和降维处理（PCA）。这有助于提高K-means算法的聚类效果，特别是在涉及到不同尺度的特征时。\n",
    "\n",
    "2. **选择最佳K值：** 通过尝试不同的K值并计算轮廓系数，我了解到选择合适的K值对于K-means算法的聚类效果至关重要。通过绘制轮廓系数与K值的关系图，可以直观地找到最佳K值。\n",
    "\n",
    "3. **多种聚类算法比较：** 除了K-means，我还尝试了层次聚类和DBSCAN算法，并比较了它们的轮廓系数。这展示了不同算法在相同数据集上的表现差异，帮助我理解了它们的优势和局限性。\n",
    "\n",
    "4. **实验结果分析：** 通过轮廓系数和可视化，我对聚类结果的好坏有了初步的认识。对于实际应用，仅依赖于轮廓系数可能不足以全面评估聚类效果，还需要结合业务场景和其他评估指标进行综合考量。\n",
    "\n",
    "总的来说，这个实验帮助我更深入地理解了聚类算法的原理和应用，以及如何通过评估指标来选择和优化聚类结果。同时，实验还提醒了我在实际应用中要谨慎选择合适的算法和参数，并灵活运用不同的评估方法。"
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